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Sequential estimation of quantal response curves: A new method of estimation
91
Citations
3
References
1966
Year
Parameter EstimationDensity EstimationQuantal Response CurvesEngineeringEstimation StatisticResponse CurveEconometricsGeneral Percentage PointsBiostatisticsStatistical InferenceSequential EstimationCurve FittingPublic HealthEstimation TheoryFunctional Data AnalysisStatisticsNew MethodQuantal Response Curve
This paper studies methode given by Wetherill (1963) for estimating general percentage points of a quantal response curve. A new method of estimation is proposed which is both simple to compute and highly efficient. The use of this with the Up and Down Transformed Reaponse Rule (UDTR) is investigated, by exact calculation of probability distributions and by empirical sampling trials. The use of the UDTR to estimate the slope of a response curve is outlined.
| Year | Citations | |
|---|---|---|
1965 | 1.2K | |
1963 | 260 | |
1953 | 257 |
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